Decrypt Max Script Functions
Jan 25, 2011 - --Collision Functions-- ----------------------- fn writeCOL3 dff f ver = ( cf = fopen dff 'rb' fseek cf 8 #seek_set if ver!= 0X1803FFFF then return false. AES_ENCRYPT function [String] Function. Encrypts the specified values using the supplied encryption key, and returns a VARBINARY or LONG VARBINARY. Syntax AES_ENCRYPT( string-expression, key ) Parameters. String-expression The data to be encrypted. For a list of supported data types, see “Data types for encrypted columns”.
Contents • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • [ ] Only the last three are available as built in functions. (floor 15 2 );; This is the floor of 15/2 (ceiling 15 2 ) ( expt 15 2 );; 15 squared [ ] Actionscript has all the functions and constants mentioned in the task, available in the Math class. PI; //pi Math.
3par service processor default password. Sqrt (u ); //square root of u Math. Log (u ); //natural logarithm of u Math. Exp (u ); //e to the power of u Math.
Abs (u ); //absolute value of u Math. Floor (u ); //floor of u Math.
Ceil (u ); //ceiling of u Math. Pow (u,v ); //u to the power of v The Math class also contains several other constants. LN10; // natural logarithm of 10 Math. LN2; // natural logarithm of 2 Math. LOG10E; // base-10 logarithm of e Math.
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LOG2E; // base-2 logarithm of e Math. SQRT1_2; // square root of 1/2 Math. SQRT2; //square root of 2 [ ] Most of the constants and functions used in this task are defined in the pre-defined Ada package Ada.Numerics.Elementary_Functions. E -- Euler's number Ada. Translation of: which is directly available.
(Math/E ); //e (Math/PI ); //pi (Math/ sqrt x ); //square root--cube root also available (cbrt) (Math/log x ); //natural logarithm--log base 10 also available (log10) (Math/ exp x ); //exponential (Math/ abs x ); //absolute value (Math/floor x ); //floor (Math/ceil x ); //ceiling (Math/pow x y ); //power Clojure does provide arbitrary precision versions as well: (ns user (: require [clojure.contrib.math: as math ] ) ) (math/ sqrt x ) (math/ abs x ) (math/floor x ) (math/ceil x ) (math/ expt x y ). And as multimethods that can be defined for any type (e.g. Complex numbers). (ns user (: require [clojure.contrib.generic.math-functions: as generic ] ) ) (generic/ sqrt x ) (generic/log x ) (generic/ exp x ) (generic/ abs x ) (generic/floor x ) (generic/ceil x ) (generic/pow x y ) [ ] Everything that follows can take any number (except for SQRT which expects a non-negative number). The task constants and (intrinsic) functions: E *> e PI *> Pi SQRT (n ) *> Sqaure root LOG (n ) *> Natural logarithm LOG10 (n ) *> Logarithm (base 10 ) EXP (n ) *> e to the nth power ABS (n ) *> Absolute value INTEGER (n ) *> While not a proper floor function, it is implemented in the same way.